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NEW QUESTION: 1
If the predefined CA Spectrum policy settings do not meet your needs, which file should you use to set policy?
A. polky-enforcement-config.xml
B. policy-settings.xml
C. policy-settings-custom.xml
D. policy-settings-spectrum.xml
Answer: B
NEW QUESTION: 2
You are creating virtual machines (VMs) that are hosted on Azure.
You must be able to change the Remote Desktop access settings for the VMs. You must also be able to change the password for the built-in administrator account on all VMs. You identify the VMAccess VM extensions that have the required capabilities.
You need to enable the VMAccess VM extensions.
Which approach should you use?
A. Use the Azure management portal to restart each VM.
B. When you configure the new VMs, use the Azure management portal to install the VM Agent.
C. For each VM, use Windows PowerShell cmdlets to enable the VM Agent and the VMAccess VM extensions.
D. Download and install the Microsoft Installer file to enable the VM Agent on each VM.
Answer: C
NEW QUESTION: 3
A. using (fooSqlConn.BeginTransaction())
B. while (fooSqlReader.Read())
C. while (fooSqlReader.GetBoolean(0))
D. while (fooSqlReader.NextResult())
Answer: B
Explanation:
Explanation
The SqlDataReader.Read method advances the SqlDataReader to the next record.
Example:
SqlCommand command
new SqlCommand(queryString, connection);
connection.Open();
SqlDataReader reader = command.ExecuteReader();
// Call Read before accessing data.
while (reader.Read())
{
ReadSingleRow((IDataRecord)reader);
}
// Call Close when done reading.
reader.Close();
}
Reference: SqlDataReader.Read Method ()
https://msdn.microsoft.com/en-us/library/system.data.sqlclient.sqldatareader.read(v=vs.110).aspx
NEW QUESTION: 4
아래의 데이터는 두 개의 다른 머신 센터와 두 개의 제품에서 수집되었습니다.
다음 중이 문제에 대한 선형 프로그래밍 공식의 일부는 무엇입니까?
A. 최대화 : 컨트 리뷰 션> 4A + 5B.
B. 대상 : 2.5A + 4B <60.
C. 적용 대상 : A <O.
D. 대상 : 4A + 5B <130.
Answer: B
Explanation:
The linear programming solution is subject to constraints on the availability of machine hours in both centers. For example, products A and B require 2.5 and 4 hours per unit, respectively, in Machine Center 1, but only 60 hours are available. Hence, the optimal production of A and B to the following constraint:
2.5 A + 4B < 60
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